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		<title>PROJEKT / PROJECT: MicroSynTotal (IP-2024-05-5352)</title>
		<pubDate>Wed, 09 Sep 2026 13:29:58 GMT</pubDate>
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					&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;NAZIV PROJEKTA / PROJECT TITLE: &lt;/strong&gt;Mikroorganizmi kao izvor novih klasa antibiotika – Od totalne sinteze do novog kemijskog prostora i metodologije /&lt;em&gt; &lt;/em&gt;Microorganisms as source of new antibiotics - From total synthesis to new chemical space and methodology&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Trajanje / Duration: &lt;/strong&gt;01.06.2025. – 31.05.2028.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Fin&lt;/strong&gt;&lt;strong&gt;anciranje / Funding: &lt;/strong&gt;Hrvatska zaklada za znanost / Croatian Science Foundation&lt;/p&gt;

&lt;p&gt;&lt;img alt="" height="83" 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" width="200" /&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;VODITELJ PROJEKTA / PRINCIPAL INVESTIGATOR&lt;/strong&gt;&lt;strong&gt;: &lt;/strong&gt;izv. prof. dr. sc. &lt;a href="https://www.pmf.unizg.hr/chem/ivana.biljan"&gt;N&lt;/a&gt;ikola Cindro&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;INSTITUCIJE KOJE SUDJELUJU U PROJEKTU / INSTITUTIONS:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Prirodoslovno-matematički fakultet Sveučilišta u Zagrebu / Faculty of Science at University of Zagreb (UniZg)&lt;/p&gt;

&lt;p&gt;Sveučilište u Rijeci, Fakultet biotehnologije i razvoja lijekova, Hrvatska / University of Rijeka, Faculty of Biotechnology and Drug Development, Croatia (UniRi)&lt;/p&gt;

&lt;p&gt;Institut Ruđer Bošković /&amp;nbsp;Ruđer Bošković Institute&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;SAŽETAK:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Antimikrobna rezistencija predstavlja značajan problem u globalnom zdravstvenom sustavu. Jedno od rješenja je razvoj novih sintetskih analoga već postojećih klasa antibiotika, međutim bakterije puno lakše modificiraju svoje mehanizme rezistencije na takvim spojevima. Dugoročnije rješenje ovoga problema nalazimo u razvoju novih klasa antimikrobnih spojeva.&lt;/p&gt;

&lt;p&gt;U sklopu ovog projekta bit će po prvi puta sintetizirani predstavnici triju klasa spojeva koji su prethodno izolirani iz prirodnog materijala, strukturno okarakterizirani, te im je in vitro određena značajna antimikrobna aktivnost, pogotovo za neke rezistentne bakterijske sojeve. Na sintetiziranim spojevima provest će se antimikrobna ispitivanja kako bi se potvrdila njihova aktivnost na širem bakterijskom panelu. Tri klase nedavno otkrivenih spojeva koje će biti obuhvaćene ovim projektom su: a) Enceleamicini b) Modificirani Cihunamidi c) Kalofikolidi i bromofikolidi. Prilikom razvoja sintetskih pristupa za pojedine klase spojeva također će se razvijati i nova sintetska metodologija za određeni strukturni motiv te klase, u svrhu razvoja robusnog pristupa problematičnim strukturnim fragmentima. Neke od metodologija koje će se razvijati su dupla Grignardova reakcija bazirana na adiciji različitih organometalnih reagensa i mehanokemijska ciklizacija oligopeptida. Osim toga planira se i sinteza strukturnih analoga u svakoj od navedenih skupina kako bi se provela SAR (Structure-Activity Relationship) istraživanja na navedenim klasama spojeva.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;ABSTRACT:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Antimicrobial resistance poses a significant problem in the global healthcare system. One solution is the development of new synthetic analogs of existing classes of antibiotics; however, bacteria can more easily modify their resistance mechanisms to such compounds. A longer-term solution to this problem lies in the development of new classes of antimicrobial compounds.&lt;/p&gt;

&lt;p&gt;As part of this project, representatives of three classes of compounds, previously isolated from natural sources, structurally characterized, and showing significant in vitro antimicrobial activity, especially against some resistant bacterial strains, will be synthesized for the first time. Antimicrobial testing will be conducted on the synthesized compounds to confirm their activity on a broader bacterial panel. The three classes of recently discovered compounds to be included in this project are: a) Enceleamycins b) Modified Cihunamides c) Callophycoic and Bromophycoic acids. During the development of synthetic approaches for individual classes of compounds, new synthetic methodology will also be developed for specific structural motifs of that class, aiming to develop a robust approach to problematic structural fragments. Some of the methodologies to be developed include double Grignard reactions based on the addition of various organometallic reagents to lactones and mechanochemical cyclization reactions of oligopeptides. Additionally, the synthesis of structural analogs in each of the mentioned groups is planned to enable SAR (Structure-Activity Relationship) studies on these classes of compounds.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;PROJEKTNI TIM / PROJECT TEAM:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/nikola.cindro"&gt;Nikola Cindro&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/katarina.piculjan"&gt;Katarina Pičuljan&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/alma.ramic"&gt;Alma Ramić&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/gregor.talajic"&gt;Gregor Talajić&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://biotech.uniri.hr/djelatnici/nikolina-vidovic/"&gt;Nikolina Vidović&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.irb.hr/O-IRB-u/Ljudi/Marija-Aleskovic"&gt;Marija Alešković&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.irb.hr/O-IRB-u/Ljudi/Jurica-Baranasic"&gt;Jurica Baranašić&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/mirko.duvnjak"&gt;Mirko Duvnjak&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/marin.knezevic"&gt;Marin Knežević&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.pmf.unizg.hr/chem/mario.oraic"&gt;Mario Oraić&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Znanstveni radovi / Publications:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;1. Duvnjak, Mirko; Talajić, Gregor; Baranašić, Jurica; Baus Topić, Nea; Čipčić Paljetak, Hana; Cindro, Nikola,&amp;nbsp;&lt;strong&gt;Total Synthesis of (+)-Penicyclone A and Evaluation of Biological Activity Including Intermediate Compounds&lt;/strong&gt;,&amp;nbsp;&lt;em&gt;Int. J. Mol. Sci.&lt;/em&gt; 2025, &lt;em&gt;26&lt;/em&gt;(14), 6643, doi:&amp;nbsp;&lt;a href="https://doi.org/10.3390/ijms26146643"&gt;https://doi.org/10.3390/ijms26146643&lt;/a&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="308" src="/images/site_7943/Mirko MDPI.jpg" width="300" /&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Sudjelovanje na skupovima / Conference participation:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;1.&amp;nbsp;Martin Husinec, Jana Hrnjak, Marija Alešković, &lt;u&gt;Nikola Cindro&lt;/u&gt;,&amp;nbsp;Diastereoselective Synthesis of Chiral Tertiary Alcohols via Sequential Grignard Addition to Lactones,&lt;em&gt;&amp;nbsp;29th Croatian Meeting of Chemists and Chemical Engineers&lt;/em&gt;, Split, Croatia, September&amp;nbsp;2–5, 2025&amp;nbsp;(&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;2.&amp;nbsp;&lt;u&gt;Nikolina Vidović&lt;/u&gt;, Karla Selar, Rafaela Šilje, Nikola Cindro, Matija Modrušan, Gordan Horvat, and Vladislav Tomišić,&amp;nbsp;Efficient Cyclization of Functionalized Peptides via Chloride Templating,&lt;em&gt;&amp;nbsp;29th Croatian Meeting of Chemists and Chemical Engineers&lt;/em&gt;, Split, Croatia, September&amp;nbsp;2–5, 2025&amp;nbsp;(&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;3.&amp;nbsp; &lt;u&gt;Nikola Cindro&lt;/u&gt;, Mirko Duvnjak, Nikolina Vidović, Krunoslav Užarević, Gordan Horvat, Vladislav Tomišić, Giovanna Speranza,&amp;nbsp;Mechanochemical anion-templated synthesis of cyclopeptides,&lt;em&gt;&amp;nbsp;Adriatic NMR&amp;nbsp;Conference&lt;/em&gt;, Vodice, Croatia, September&amp;nbsp;17–20, 2025&amp;nbsp;(&lt;em&gt;&lt;strong&gt;pozvano predavanje&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;4. &lt;u&gt;Gregor&amp;nbsp;Talajić&lt;/u&gt;, Edi Topić, Jana&amp;nbsp;Hrnjak, Nikola&amp;nbsp;Cindro,&amp;nbsp;Novel Spirooxetane Containing Naphthoquinones: Synthesis and Biological Activities, &lt;em&gt;16th Meeting of Young Chemical Engineers&lt;/em&gt;, Zagreb, Croatia, February 19–20, 2026 (&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;5.&amp;nbsp;&lt;u&gt;Gregor&amp;nbsp;Talajić&lt;/u&gt;, Edi Topić, Nikola&amp;nbsp;Cindro,&amp;nbsp;Self-Sensitized Photooxygenation of Dehydro-α-Lapachone,&amp;nbsp;&lt;em&gt;16th Meeting of Young Chemical Engineers&lt;/em&gt;, Zagreb, Croatia, February 19–20, 2026 (&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;6. &lt;u&gt;Mirko Duvnjak&lt;/u&gt;, Edi Topić, Nikola Cindro,&amp;nbsp;Synthetic Studies Towards the Tetracyclic Core of Bromophycoic Acid E,&amp;nbsp;&lt;em&gt;The 5th Molecules Medicinal Chemistry Symposium&lt;/em&gt;, Beijing, China, May&amp;nbsp;14–17, 2026 (&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;7. &lt;u&gt;Nikola Cindro&lt;/u&gt;, Marija Alešković, Mario Oraić, Martin Husinec, Gregor Talajić, Mirko Duvnjak, Katarina Pičuljan,&amp;nbsp;Diastereoselective Construction of Tertiary Alcohols by the Addition of Different Grignard Reagents to the Sugar Derived Lactones,&amp;nbsp;&lt;em&gt;Drava Chemistry Conference&lt;/em&gt;&amp;nbsp;–&amp;nbsp;&lt;em&gt;Connecting Chemistry Along the River&lt;/em&gt;, Osijek, Croatia, July&amp;nbsp;2–3, 2026 (&lt;em&gt;&lt;strong&gt;pozvano predavanje&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;8. &lt;u&gt;Nikola Cindro&lt;/u&gt;, Mirko Duvnjak, Gregor Talajić, Edi Topić,&amp;nbsp;Total Synthesis of Bromophycoic Acid E,&amp;nbsp;&lt;em&gt;19th Belgian Organic Synthesis Symposium&lt;/em&gt;, Leuven, Belgium, July&amp;nbsp;5–10, 2026 (&lt;em&gt;&lt;strong&gt;poster&lt;/strong&gt;&lt;/em&gt;).&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Diplomski radovi / Diploma Theses:&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;1. Lucija Klobučar&amp;nbsp;(mentor: izv. prof. dr. sc. Nikola Cindro)&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;
	&lt;p&gt;Totalna sinteza dispirolopiridina A, Diplomski rad, Zagreb,&amp;nbsp;23.09.2025.&lt;/p&gt;
	&lt;/li&gt;
	&lt;li&gt;
	&lt;p&gt;Total synthesis of dispyrrolopyridine A,&amp;nbsp;Diploma Thesis, Zagreb,&amp;nbsp;September&amp;nbsp;23, 2025&lt;/p&gt;
	&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;2. Marta Rotar (mentor: izv. prof. dr. sc. Nikola Cindro, neposredni voditelj: Mirko Duvnjak, univ. mag. chem.)&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;Razvoj sintetskih pristupa prema Dentitekamidu A, Diplomski rad, Zagreb,&amp;nbsp;26.08.2026.&lt;/li&gt;
	&lt;li&gt;Development of Synthetic Approaches Towards Denthithecamide A, Diploma Thesis, Zagreb, August 26, 2026&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
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					<link>https://www.pmf.unizg.hr/chem/znanost/hrzz_cindro#content___9191</link>
			<guid>https://www.pmf.unizg.hr/chem/znanost/hrzz_cindro#content___9191</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
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